We know that in signal processing there are different types of uncertainty principles in the QFT, QLCT and QOLCT domains. In [1]}, [2]} authors investigate Heisenberg's uncertainty principle and Donoho-Stark's uncertainty principle, Pitt's inequality, logarithmic uncertainty inequality, Hausdorff-Young inequality and local uncertainty inequality for the octonion linear canonical transform and octonion offset linear canonical transform.
Recently in [3]} authors establish Pitt's inequality, Lieb's inequality and logarithmic uncertainty principle for the STOFT.
Considering that the STOLCT is a generalized
version of the OLCT, it is natural and interesting to study uncertainty principles of a real-valued function and its
STOLCT. So in this section we shall investigate some uncertainty inequalities for the STOLCT.
